In statistical thermodynamics we write $$f(v)\,dv = f(E)\,dE$$
where $v$ is velocity and $E= \frac12mv^2$ is energy
and $f$ refers to the distribution function
Can someone explain the logic behind?
In statistical thermodynamics we write $$f(v)\,dv = f(E)\,dE$$
where $v$ is velocity and $E= \frac12mv^2$ is energy
and $f$ refers to the distribution function
Can someone explain the logic behind?
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